Simple question but still can't figure it outsound

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Homework Help Overview

The original poster is struggling with a problem involving the calculation of distance based on the time it takes for an echo to return after clapping hands. The context is related to sound waves and their properties, particularly in air.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss the need for the speed of sound to solve the problem and the implications of the echo returning to the source. Questions arise about how to correctly apply the speed of sound and the time measurement in the calculation.

Discussion Status

Some participants have provided guidance on using the speed of sound and the need to account for the round trip of the sound. There is an ongoing exploration of different values for the speed of sound and how they affect the final distance calculation.

Contextual Notes

There is mention of varying values for the speed of sound in different sources, which may lead to slight differences in the calculated distance. The original poster's question highlights a lack of initial information regarding the speed of sound, which is a key factor in the problem.

emma123
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i am having trouble with this question" if you clap your hands the echo from a distant wall 0.20s later, how far away is the wall?" how do you do this without the speed given to substitute into the speed= distance/time equation?
 
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usually you may take the speed of sound in air around ~340 m/s at room temperature. remember also that the sound goes to the wall and back, when you hear it, so this will effect your calculation. hope this help, sincerely, x
 
o thanks for the speed of sound. so all i have to do is plug it in, but then remember to divide by 2 for the distance to get 34 m.?
 
emma123 said:
...but then remember to divide by 2 for the distance...

well, if you mean divide the time by 2 in order to get the distance yes. If you are using 340 as the speed of sound yes it will give you 34m, although your teacher or your book might have 34.3m depending on what your book of your teacher is using as the speed of sound which with no disrespect to x-man some books say that the speed of sound at room temperature is 343m/s.
 

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